A particle is placed in a field characterized by avalue of gravitational potential given by V = -kxy, where 'k' is a constant. If bar(E)_(g) is the gravitational field then

A particle is placed in a field characterized by avalue of gravitation

1.	A particle is placed in a field characterized by avalue of gravitational potential given by V = -kxy, where 'k' is a constant. If bar(E)_(g) is the gravitational field then
Answer» `bar(E_(g)) = k(x hat(i) + y hat(j))` and is conservative in NATURE `bar(E_(g)) = k(y hat(i) + x hat(j))` and is conservative in nature `bar(E_(g)) = k (x hat(i) + YHAT(j))` and is NON conservative in nature `bar(E_(g)) k(y hat(i) + xhat(j))` and is non conservative in nature Answer :B